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The potential Vo = ksin^2(theta/2) is specified on the surface of a hollow sphere of radius R. Find the potential inside this sphere. Note that

The potential Vo = ksin^2(theta/2) is specified on the surface of a hollow sphere of radius R. Find the potential inside this sphere. Note that for x = cos theta, the Legendre polynomials are orthogonal and are normalized by 2 Integrate -1 between 1 P1(x)pm (x) dx=2/2l+1 for l=m, and that P0=1,P1= cos theta.

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